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| function [ms, ld, li_d, wv, wh] = evalUnwarp(A, ref, data) | |
| %EVALUNWARP compute MSSSIM and LD between the unwarped image and the scan | |
| % A: unwarped image | |
| % ref: reference image, the scan image | |
| % ms: returned MS-SSIM value | |
| % ld: returned local distortion value | |
| % Matlab image processing toolbox is necessary to compute ssim. The weights | |
| % for multi-scale ssim is directly adopted from: | |
| % | |
| % Wang, Zhou, Eero P. Simoncelli, and Alan C. Bovik. "Multiscale structural | |
| % similarity for image quality assessment." In Signals, Systems and Computers, | |
| % 2004. Conference Record of the Thirty-Seventh Asilomar Conference on, 2003. | |
| % | |
| % Local distortion relies on the paper: | |
| % Liu, Ce, Jenny Yuen, and Antonio Torralba. "Sift flow: Dense correspondence | |
| % across scenes and its applications." In PAMI, 2010. | |
| % | |
| % and its implementation: | |
| % https://people.csail.mit.edu/celiu/SIFTflow/ | |
| x = A; | |
| y = ref; | |
| im1=imresize(imfilter(y,fspecial('gaussian',7,1.),'same','replicate'),0.5,'bicubic'); | |
| im2=imresize(imfilter(x,fspecial('gaussian',7,1.),'same','replicate'),0.5,'bicubic'); | |
| im1=im2double(im1); | |
| im2=im2double(im2); | |
| cellsize=3; | |
| gridspacing=1; | |
| sift1 = mexDenseSIFT(im1,cellsize,gridspacing); | |
| sift2 = mexDenseSIFT(im2,cellsize,gridspacing); | |
| SIFTflowpara.alpha=2*255; | |
| SIFTflowpara.d=40*255; | |
| SIFTflowpara.gamma=0.005*255; | |
| SIFTflowpara.nlevels=4; | |
| SIFTflowpara.wsize=2; | |
| SIFTflowpara.topwsize=10; | |
| SIFTflowpara.nTopIterations = 60; | |
| SIFTflowpara.nIterations= 30; | |
| [vx,vy,~]=SIFTflowc2f(sift1,sift2,SIFTflowpara); | |
| rows1p = size(im1,1); | |
| cols1p = size(im1,2); | |
| % Li-D | |
| rowstd_sum = 0; | |
| for i = 1:rows1p | |
| rowstd = std(vy(i, :),1); | |
| rowstd_sum = rowstd_sum + rowstd; | |
| end | |
| rowstd_mean = rowstd_sum / rows1p; | |
| colstd_sum = 0; | |
| for i = 1:cols1p | |
| colstd = std(vx(:, i),1); | |
| colstd_sum = colstd_sum + colstd; | |
| end | |
| colstd_mean = colstd_sum / cols1p; | |
| li_d = (rowstd_mean + colstd_mean) / 2; | |
| % LD | |
| d = sqrt(vx.^2 + vy.^2); | |
| ld = mean(d(:)); | |
| % MS-SSIM | |
| wt = [0.0448 0.2856 0.3001 0.2363 0.1333]; | |
| ss = zeros(5, 1); | |
| for s = 1 : 5 | |
| ss(s) = ssim(x, y); | |
| x = impyramid(x, 'reduce'); | |
| y = impyramid(y, 'reduce'); | |
| end | |
| ms = wt * ss; | |
| % wv and wh | |
| rowstd_sum = 0; | |
| for i = 1:size(data, 1) | |
| rowstd_top = std(vy(data(i,2), data(i,1):data(i,3)),1) / (data(i,3)-data(i,1)); | |
| rowstd_bot = std(vy(data(i,4), data(i,1):data(i,3)),1) / (data(i,3)-data(i,1)); | |
| rowstd_sum = rowstd_sum + rowstd_top + rowstd_bot; | |
| end | |
| wv = rowstd_sum / (2 * size(data, 1)); | |
| colstd_sum = 0; | |
| for i = 1:size(data, 1) | |
| colstd_left = std(vx(data(i,2):data(i,4), data(i,1)),1) / (data(i,4)- data(i,2)); | |
| colstd_right = std(vx(data(i,2):data(i,4), data(i,3)),1) / (data(i,4)- data(i,2)); | |
| colstd_sum = colstd_sum + colstd_left + colstd_right; | |
| end | |
| wh = colstd_sum / (2 * size(data, 1)); | |
| end | |